The choice of answers are incomplete and as such i will answer your question as much as i can.
Answer:
creating (and maintaining) long-term customer relationships.
Explanation:
From the question above, Gina's retail store policy which reads "Without our customers, we don't exist", shows that for Gina stores to remain open, it requires the patronage of its customers.
With this idea embedded in the minds of Gina and her staff, creating and maintaing long term customer relationships are very important as it ensures that customerskeep coming back to Gina's store to patronise her.
A few ways to create and maintain long term customer relationships include great customer service, service delivery, etc.
Cheers.
Answer:
Determine how effective television commercials are in convincing viewers to purchase new vehicles
Explanation:
By determining how effective TV commercials are to persuade the customers to purchase the vehicles will help Eric study the relationship between local television commercials and the sales of new vehicles.
This will ultimately help him develop an effective marketing plan to advertise vehicles via TV commercial to boost the sales
Answer:
#See attached photos of both the Jan 1,2018 journal entry and the bond ammortization schedule.
Explanation:
Question
The question is incomplete, hence the tutor added a piece of information
The Corporation applies manufacturing overhead on the basis of machine-hours. The predetermined overhead rate is $14 per machine-hour. What amount would be
Assuming the actual machine hours worked is 3,500
<em>Note the actual machine was added by the tutor</em>
Answer:
Applied overhead =$49,000
Explanation:
<em>Overheads are charged to units produced by the means of an estimated overhead absorption rate. This rate is computed using budgeted overhead and budgeted activity level. </em>
<em>Pre-determined overhead absorption rate (POAR) = Budgeted overhead/Budgeted machine hours</em>
The POAR is given as $14 per machine hour
Applied (absorbed) overhead = POAR × Actual machine hours
Applied overhead = $14 × 3,500 =$49000
Applied overhead =$49,000